A racetrack is in the form of a right triangle. The longer of the legs of the track is 2 km more than the shorter of the legs (both these legs beings on a highway). The start and end points are also connected to each other through a side road. The escort vehicle for the race took the side road and rode with a speed of 30 km/h and then covered the two intervals along the highway during the same time with a speed of 42 km/h. Find the length of the racetrack.
14 km
10 km
24 km
36 km
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Answer:
Let the shortest side is x km.
Since the longer length is 2km more than the shorter length.
so the sides are x, x+2, (x+2)+2= x+4.
these must be Pythagoras triplets so 6,8,10 can be the length of the sides.
the race track consists the legs of the triangle so the length is 6+8=14
hence ans is 14km
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